The individual success of musicians, like that of physicists, follows a stretched exponential distribution |
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Authors: | JA Davies |
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Institution: | (1) University of Edinburgh, Teviot Place, Edinburgh EH8 9AG, UK, GB |
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Abstract: | Over the last five years or so, a number of studies have focussed on the distribution of `success' in physics and other sciences;
in these studies, `success' is measured by the number of times a paper, or an author, is cited. The distribution of citations
of individual papers approximates to a power-law S. Redner, Eur. Phys. J. B 4, 131 (1998)], while lifetime total citations of the 1120 most-cited physicists follows a stretched exponential J. Laherrère,
D. Sornette, Eur. Phys. J. B 2, 525 (1998)]. Here, I examine the distribution of success in popular music, a field of creativity that has social structures
very different from those of physics, and which is generally held to be controlled primarily by fashion. For this study, the
lifetime total success of bands was measured by the total number of weeks they were in the weekly `top 75' list of best-selling
recordings. Like the lifetime success of physicists reported by Laherrere and Sornette, the success of the 6107 bands that
appeared in the UK `top 75' from 1950 until 2000 follows a stretched exponential of the form P(x)dx = c(x
c - 1/x
0
c)exp- (x/x
0)c]dx; for the music data, c = 0.5 and x
0 = 9.37.
Received 23 October 2001 Published online 25 June 2002 |
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Keywords: | PACS 43 75 +a Music and musical instruments – 01 30 -y Physics literature and publications – 87 23 -n Ecology and evolution |
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